当前位置: 首页 / 科研学术 / 学术预告 / 正文

An automorphic descent construction for symplectic groups and its applications to L-functions

作者:   时间:2019-11-25   点击数:

Title: An automorphic descent construction for symplectic groups and its applications to L-functions

Speaker: Bin XU, Sichuan University

Time/Venue: 14:00-15:00  THU 5 Dec 2019,  B1044

Abstract: Automorphic descent, developed by Ginzburg-Rallis-Soudry, is a method which constructs concrete automorphic representations of classical groups, and has various applications in the study of automorphic representations. In this talk, we will introduce an automorphic descent construction for symplectic groups. As an application, we give a new approach to show that for an appropriate cuspidal automorphic representation of GL(2) of symplectic type, there exist infinitely many quadratic twists with non-zero central L-values. This is a joint work with Baiying Liu

Host: Guanghua JI

 

 

 

地址:中国山东省济南市山大南路27号   邮编:250100  

电话:0531-88364652  院长信箱:sxyuanzhang@sdu.edu.cn

Copyright@山东大学数学学院

微信公众号